Good luck, you can of course search for all algorithms ... but IMHO thats fairly intuitive.
A convex hull should be easily computed incrementally by adding one atom after the other to the former convex hull.
Of course you need the bases in vector algebra like multiplication with normal vector of a plane to find the direction (inside or outside).
And I think you can already restrict yourself to calculate the convex hull of the atoms within the intersection of the spheres to gain speed.
UPDATE:
In other words: If there are any separating planes, then there is for sure one which is a margin of the atoms in the sphere intersection.
Posts are HTML formatted. Put <p> </p> tags around your paragraphs. Put <code> </code> tags around your code and data!
Titles consisting of a single word are discouraged, and in most cases are disallowed outright.
Read Where should I post X? if you're not absolutely sure you're posting in the right place.
Please read these before you post! —
Posts may use any of the Perl Monks Approved HTML tags:
- a, abbr, b, big, blockquote, br, caption, center, col, colgroup, dd, del, details, div, dl, dt, em, font, h1, h2, h3, h4, h5, h6, hr, i, ins, li, ol, p, pre, readmore, small, span, spoiler, strike, strong, sub, summary, sup, table, tbody, td, tfoot, th, thead, tr, tt, u, ul, wbr
You may need to use entities for some characters, as follows. (Exception: Within code tags, you can put the characters literally.)
| |
For: |
|
Use: |
| & | | & |
| < | | < |
| > | | > |
| [ | | [ |
| ] | | ] |
Link using PerlMonks shortcuts! What shortcuts can I use for linking?
See Writeup Formatting Tips and other pages linked from there for more info.